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QMI1500 Assignment 01 Semester 01 2022 Solutions (To be used as a guideline only) $2.78
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QMI1500 Assignment 01 Semester 01 2022 Solutions (To be used as a guideline only)
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  • Course
  • QMI1500 - Elementary Quantitative Methods (QMI1500)
  • Institution
  • University Of South Africa (Unisa)

This document includes the assignment questions, solutions and detailed explanations.

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Document information

  • January 31, 2022
  • 28
  • 2021/2022
  • Other
  • Unknown

Subjects

  • qmi
  • qmi
  • qmi1500
  • qmi solutions
  • qmi1500 assignment 1
  • qmi1500 2022
  • 746455
  • qmi1500 assignment 01 semester 01 2022 solutions
  • five less than three times a number all divided by the product of four and the s

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  • University of South Africa (Unisa)
  • QMI1500 - Elementary Quantitative Methods (QMI1500)
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QMI1500
Elementary Quantitative Methods
Department of Decision Sciences
Assignment 01 for Semester 01 2022 (compulsory)
Unique Number: 746455
DUE DATE: 28 February 2022




Important:

• This is a multiple-choice assignment that must be answered and submitted ONLINE.
• Always keep your detailed workings in a file to be able to compare your solutions to the ones
that will be published on the QMI1500 module site after the due date. Also, keep a copy of
the options you have chosen, in case of a query.
• The due date of this assignment is fixed. No extension can be granted because the solutions
will be posted on the QMI1500 module site shortly after the closing date.

Question 1

Solving

−7 − 3 × 2(−5) + 6 − 21 ÷ 3
Gives

[1] 26.
[2] 99.
[3] 95.
[4] 22.

Answer:

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